This model began as a very basic study examining the relationship between team recruit rankings and team win totals. The graph below shows each team’s 247 Sports composite recruit ranking compared to the average number of wins that recruiting class earned over their 4 years at their respective schools. This was done for every Power 5 team between 2010 and 2018. 

This study, while not originally intended for predictive purposes, actually proved to be a good foundation for building a predictive model. As shown in the graph above, team win totals and team recruit rankings had a R2 value of 0.288. From here, several other variables, outlined below, have been added to the model to improve its predictive ability. 

The latest model has proven to be very successful in predicting team win totals. The model was used to predict team win totals during the 2021-2023 seasons – doing so within an average of 1.957 wins. This 1.957 value is less than the average difference between actual win totals and bookmakers lines across these 3 seasons (2.017). Had the model been used to place bets on O?U team win totals, 65.99% of bets would have won. This model was built using data from the 2016-2019 seasons and includes data for all current Power 4 teams, plus Notre Dame. A full breakdown for each season is included below.  

 

2023
TeamPredicted Total WinsTotal Actual WinsPreseason Line
Alabama11.411210.5
Arizona7.45105
Arizona State5.3435
Arkansas6.1447
Auburn6.2166.5
Baylor6.0037.5
Boston College5.9875.5
BYU5.8155.5
California5.2465
Cincinnati4.9235.5
Clemson10.5399.5
Colorado3.1643
Duke6.9486.5
Florida7.9855.5
Florida State9.441310
Georgia11.741311.5
Georgia Tech3.9474.5
Houston4.8944.5
Illinois6.9356.5
Indiana5.1033.5
Iowa7.78107.5
Iowa State5.7575.5
Kansas6.4296.5
Kansas State7.7598.5
Kentucky7.3076.5
Louisville5.20108
LSU11.54109.5
Maryland6.4987
Miami7.7277.5
Michigan10.911510.5
Michigan State7.30105.5
Minnesota6.4666.5
Mississippi State5.4456.5
Missouri6.50116.5
NC State8.1196.5
Nebraska4.9356
North Carolina8.1688.5
Northwestern4.6283.5
Notre Dame10.77109
Ohio State11.611110.5
Oklahoma9.80109.5
Oklahoma State8.91109.5
Ole Miss7.14116.5
Oregon10.28129.5
Oregon State6.1088
Penn State9.98109.5
Pittsburgh7.4136.5
Purdue4.1745.5
Rutgers4.5977
SMU7.60118
South Carolina8.2356.5
Stanford5.2333
Syracuse4.0066.5
TCU9.3257.5
Tennessee9.1499.5
Texas9.61129.5
Texas A&M8.9477.5
Texas Tech6.4477.5
UCF5.7766.5
UCLA7.5588.5
USC9.4989.5
Utah8.4188.5
Vanderbilt6.0323.5
Virginia5.7533.5
Virginia Tech5.5175
Wake Forest6.4446
Washington10.15149
Washington State6.1056.5
West Virginia5.9094.5
Wisconsin7.4879
2022
TeamPredicted Total WinsTotal Actual WinsPreseason Line
Alabama11.491110.5
Arizona5.4053
Arizona State7.2936
Arkansas7.5077.5
Auburn7.9456.5
Baylor8.2567.5
Boston College5.6836.5
BYU7.2488.5
California5.9945.5
Cincinnati9.6099
Clemson10.851110.5
Colorado5.1113
Duke3.9093
Florida7.4065.5
Florida State7.39106.5
Georgia11.401510.5
Georgia Tech4.4753.5
Houston8.9089
Illinois4.9184.5
Indiana5.5944
Iowa8.2287
Iowa State6.4846.5
Kansas4.0562.5
Kansas State7.12106.5
Kentucky7.5478
Louisville6.1186.5
LSU8.81107
Maryland6.7286
Miami6.6558.5
Michigan10.61139.5
Michigan State8.2457.5
Minnesota7.0097.5
Mississippi State7.6996.5
Missouri6.1765.5
NC State7.6387.5
Nebraska6.6347.5
North Carolina8.0993
Northwestern5.5414
Notre Dame8.9798.5
Ohio State10.981110.5
Oklahoma9.3869.5
Oklahoma State8.7478.5
Ole Miss8.7287.5
Oregon9.06108.5
Oregon State5.18106.5
Penn State9.79118.5
Pittsburgh7.3698.5
Purdue6.2587.5
Rutgers6.3344
SMU6.0277
South Carolina7.8486
Stanford6.1534.5
Syracuse5.0475
TCU5.52136.5
Tennessee8.80117.5
Texas7.9488.5
Texas A&M9.1758.5
Texas Tech4.2885.5
UCF9.0196.5
UCLA7.0698.5
USC6.46119.5
Utah8.04109
Vanderbilt3.7552.5
Virginia6.3437
Virginia Tech5.7736.5
Wake Forest6.5186.5
Washington7.20117.5
Washington State4.4275.5
West Virginia6.1555.5
Wisconsin8.8878.5
2021
TeamPredicted Total WinsTotal Actual WinsVegas Odds
Alabama11.571311.5
Arizona4.8312.5
Arizona State7.1789
Arkansas4.5995.5
Auburn6.8467
Baylor6.20120
Boston College6.0267
BYU7.32106.5
California6.0455.5
Cincinnati9.361310
Clemson11.391011.5
Colorado4.9244.5
Duke5.7533.5
Florida8.7469
Florida State6.8955.5
Georgia10.771410.5
Georgia Tech5.1134.5
Houston7.32128
Illinois3.4553
Indiana5.6328
Iowa8.06108.5
Iowa State6.3879.5
Kansas3.0421
Kansas State6.8685.5
Kentucky7.21107
Louisville5.8466.5
LSU10.9668.5
Maryland5.7075.5
Miami8.1779.5
Michigan9.00128
Michigan State7.5374
Minnesota7.1797
Mississippi State6.4075.5
Missouri6.6267
NC State7.7096
Nebraska6.4036
North Carolina8.92610
Northwestern6.1136.5
Notre Dame11.18119
Ohio State11.351111
Oklahoma11.741111
Oklahoma State8.39120
Ole Miss6.27107.5
Oregon10.05109
Oregon State4.6174.5
Penn State9.4579
Pittsburgh7.06117
Purdue5.3095
Rutgers4.1055
SMU7.0686
South Carolina4.6674
Stanford6.7934
Syracuse5.6353
TCU6.7857
Tennessee5.7376
Texas7.7458
Texas A&M9.3489.5
Texas Tech5.3574.5
UCF7.9699.5
UCLA7.3187
USC8.2649
Utah8.09108.5
Vanderbilt3.2723
Virginia6.5466
Virginia Tech7.1467
Wake Forest5.94116.5
Washington9.9649
Washington State6.6076
West Virginia6.3366.5
Wisconsin8.8599.5

The key variables used to create the model are:

  • Team recruit ranking
  • Home field advantage
  • Returning production
  • Program status
      • Head coach tenure
      • Recent win trends

The primary variable used to create this model is team recruit rankings, per 247Sports. Team recruit rankings, weighted by class and including transfer players, were used to assign each team a “Recruiting Value”(RV) for each season. Using individual matchup data from 2016-2019, the delta between a team’s RV and their opponent’s RV was plotted against the outcome. This produced a trendline indicating a team’s chance of winning a game at a given RV advantage/disadvantage.

In addition to the RV delta, teams were given a home adder based on their historic winning percentage in home games. Additionally, Bill Connelly’s “Returning Production Rankings” were used to increase/decrease a team’s winning percentage based on their level of experience. Using the trendline above along with the home adder and returning production, teams were given a percentage chance to win every scheduled matchup. Summing these values produced a raw win total for each team (RW). 

After reviewing the RW data, it was apparent that additional variables were needed to improve the model. Most notably, teams that had undergone recent head coaching changes were identified for improvement. Additionally, teams that had recent history of exceeding/falling short of expectations were commonly misrepresented by the model. Thus, a new variable was created. 

Head coach tenure and recent season win trends were used to categorize teams into one of several different categories, each with a corresponding PS value. Teams with long tenured head coaches and consistent win totals year over year received a neutral PS value. Teams with head coaches in years 1-3 of their tenure seeing an increase in year-to-year win totals received a positive PS value (ex. 2024 Colorado). The opposite is true of teams with head coaches in years 1-3 of their tenure with decreasing year-over-year win totals (ex. 2024 Purdue). Teams with new head coaches received a negative PS value (ex. 2024 Boston College), with a more severe negative for teams that lost successful head coaches (ex. 2024 Washington).

Ultimately, this model combines the RW and the PS variable to create a comprehensive win prediction tool that has demonstrated successful results over the past 3 seasons. The data shown on the home page of this site are the results for the 2024 season. Preseason predictions as well as updated predictions based on 2024 results are shown.

Additionally, the model can be used to predict results on an individual matchup level. Over the course of the 2021-2023 seasons, the model accurately predicted the winner of 73.83% (1069-379) of matchups that included at least one Power 4 opponent. 

Please note, it is not recommended that this model or any of the data on this site should be used for sports betting or gambling of any kind. Sports betting data is referenced as a means of demonstrating the accuracy of the model only.

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